{
 "cells": [
  {
   "cell_type": "code",
   "id": "initial_id",
   "metadata": {
    "collapsed": true,
    "ExecuteTime": {
     "end_time": "2025-01-10T04:31:42.772146Z",
     "start_time": "2025-01-10T04:31:40.235210Z"
    }
   },
   "source": "import matplotlib.pyplot as plt",
   "outputs": [],
   "execution_count": 1
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-10T04:34:00.110821Z",
     "start_time": "2025-01-10T04:33:59.977309Z"
    }
   },
   "cell_type": "code",
   "source": [
    "#第一个列表是x轴，第二个列表是y轴\n",
    "plt.plot([1,2,3],[3,2,1])\n",
    "#展示图像\n",
    "plt.show()"
   ],
   "id": "4e6f4783567ab576",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 2
  },
  {
   "metadata": {},
   "cell_type": "markdown",
   "source": "",
   "id": "9807750bc572d25f"
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
